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Hans A Spanjaart

from San Jose, CA
Age ~62

Hans Spanjaart Phones & Addresses

  • 6605 Mount Wellington Dr, San Jose, CA 95120 (408) 927-5110
  • Cupertino, CA

Work

Position: Sales Occupations

Education

Degree: Associate degree or higher

Resumes

Resumes

Hans Spanjaart Photo 1

Independent

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Location:
19750 northwest Phillips Rd, Hillsboro, OR 97124
Industry:
Semiconductors
Work:
Independent
Independent

Altera 2011 - Dec 2015
Senior Program Manager, Technical Lead Soc Products

Intel Corporation 2011 - Dec 2015
Senior Program Manager , Technical Lead Soc Products at Altera

Ieee Computer Society Santa Clara Valley Jan 2011 - Dec 2013
Chair

Lat13 2010 - 2012
Owner
Education:
Utrecht University
Bachelors, Bachelor of Science
Skills:
Soc
Embedded Systems
Semiconductors
Ic
Processors
Asic
Embedded Software
Fpga
Digital Signal Processors
Electronics
Verilog
Eda
Microprocessors
Analog
Compilers
Integrated Circuit Design
Arm
Software Development
Circuit Design
Microarchitecture
System Architecture
Vlsi
Physical Design
Wireless
Semiconductor Industry
Hardware Architecture
Consumer Electronics
Rtl Design
Debugging
Engineering Management
Hardware
Vhdl
Sensors
Algorithms
Pcb Design
Simulations
Cmos
Mixed Signal
Device Drivers
Tcl
Firmware
Computer Architecture
C++
Analog Circuit Design
Rf
Microcontrollers
Electrical Engineering
Xilinx
Low Power Design
Image Processing
Interests:
Science and Technology
Hans Spanjaart Photo 2

Hans Spanjaart

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Publications

Us Patents

N Bit By M Bit Multiplication Of Twos Complement Numbers Using N/2+1 X M/2+1 Bit Multipliers

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US Patent:
6347326, Feb 12, 2002
Filed:
Mar 2, 1999
Appl. No.:
09/260343
Inventors:
Rune Hartung Jensen - Sunnyvale CA
Hans Albert Spanjaart - Cupertino CA
Hans Adrianus Bouwmeester - Sunnyvale CA
Kenneth David Currie - Beuningen, NL
Assignee:
Philips Electronics North America Corporation - New York NY
International Classification:
G06F 752
US Classification:
708625, 708628
Abstract:
The operands of an NÃM bit multiplication are partitioned into N/j+1 and M/k+1 bit signed submultiples. The most significant submultiple is assigned the sign of the operand, while each of the less significant submultiples is assigned a positive sign. The product of each submultiple pair is sign extended to the width of the product (N+M), and the accumulation of these sign extended submultiple products provides the product of the original twos complement operands, in twos complement form.
Hans A Spanjaart from San Jose, CA, age ~62 Get Report